> Do you not have a momentum equation? In Daniel's work, I believe he
> solves the momentum equation for velocity. Something like \[
> \frac{\partial}{\partial t} (cv^*)
> + \nabla\cdot (c v^* v^*)
> + dissipation terms
> = 0
> \]Unfortunately not, I've read a few documents on the topic now and I haven't seen a momentum equation anywhere. Also, the dissipation terms would be a problem for me. I would have to do quite some research on that. >> But last night, I reread a thesis I have and I realized that the >> convection can be neglected. Which of course solves the problem with >> velocity. I will go with this approach now because I need results for a >> conference in early spring and I'm confident it will give satisfactory >> results. > > That sounds like it may be the most expedient solution. Good luck. Yes, it does. Thank you!
